The superficial contents of any figure; the surface included within any given lines; superficial extent; as, the area of a square or a triangle.
Extent; scope; range; as, a wide area of thought.
A closed figure bounded by two or more lines enclosing a homogeneous region and usually represented in two dimensions only.
a closed figure bounded by lines. See polygon
the number of a given square unit which covers a given region or surface such as the interior of a square
The amount of surface included between certain closed boundary lines; any particular extent of surface, region, or tract.
This indicates the wing area in square feet or square meters when the wing is viewed from above. It is equal to the chord length times the wing span for our simple straight wing. The simulation only shows the side view (cross-section) of the airfoil.
The extent of a surface, measured in units of length squared. For example, the area of a rectangle is the product of its length and breadth.
The number of square units needed to cover a given space.
The number of square units in a closed two-dimensional or plane shape
1) A homogeneous extent of the Earth bounded by one or more arc features (polygon) or represented as a set of polygons (region). Examples: states, counties, lakes, land-use areas, and census tracts. 2) The size of a geographic feature measured in unit squares. ArcInfo stores an area measure for each polygon and region.
The number of square units covering a shape or figure.
The space measured in square units that any 2 dimensional shape or polygon occupies.
Usually planar in nature. One of the basic units of geographical information. The word "area" may also be used to describe the extent or measurement of a surface, e.g., "the area of the polygon is ...".
( AR·e·a). A sector of units of excavation and consists of a group of closely related, usually contiguous, squares. The numbering of Areas is by capital letters, e.g., Area A, Area M, etc., and squares by Arabic numbers, Area A, Square 1. In some systems of excavation what is an Area in the above description is called a field, and instead of the smaller unit of squares already described, that unit is called an area, e.g., Field 1, Area 1.
The number of square units required to cover a shape or figure.
noun - The measure of space within a two dimensional object. It is the planespace analog of volume in realmspace and bulk in tetraspace.
the space within a shape; measured in square units.
(1) A polygon that encloses a homogeneous unit (e.g., lake, country, state, county). (2) A level of spatial measurement that references the size or extent of a two-dimensional defined space.
The measurement of the surface of a shape.
The measure of the amount of space a two-dimensional figure takes up. Example: Area=length*width
the amount of surface included within a set of lines; the number of unit squares equal in measure to a surface.
The size, in square miles, recorded for each geographic entity. Square miles may be multiplied by 2.59 to convert an area measurement to square kilometers. Land Area was calculated by the Census Bureau from the specific set of boundaries recorded for each entity in its geographic data base.
The surface land included within specific boundaries, usually expressed in acres or hectares.
a measure of a surface. Measured in squares, e.g. square centimetres (cm2), square metres (m2).
A type of chart in two or three dimensions, similar to a line chart, but in which the area between the X-axis and line is filled in.
(2) The measure of the amount of surface inside a closed boundary.
the extent of a 2-dimensional surface enclosed within a boundary; "the area of a rectangle"; "it was about 500 square feet in area"
a homogeneous region in the virtual memory of a process, a contiguous range of addresses with the same permission flags
Area is the amount of surface of a figure.
The size of a region measured in number of square units.
is a closed figure whose boundary enclosed a homogeneous area, such as a water body or a state boundary.
Measures the size of a surface using length measurements in two dimensions.
A measure of the surface of a figure, given as the number of square units needed to precisely cover the figure.
A closed figure (polygon) bounded by one or more lines enclosing a homogenous area and usually represented only in two dimensions. Examples are provinces, lakes, census tracts and forest stands.
A bounded, continuous two dimensional surface which may include its boundary. Usually defined in terms of an external polygon or a set of grid cells.
The amount of space taken up by a two-dimensional figure.
A region that has two dimensions, length and width.
Closed area surrounded with a series of lines or chains. Area is sometimes called polygon.
A clearly defined 2-dimensional geometric region, having length and width, but not height or depth. For example, a census division, lake, or province (any geographically defined surface). A measurement in square units of a closed surface. (See polygon).
A description of the dimension or content of a polygon.
As used in building area measurement, the quantitative measure of a horizontal two-dimensional plane expressed in Square Feet or Square Meters, bounded by lines relating to building walls or classes of space as determined by measurement standards or practices.
typically refers to the length x the width of floor space CUBIC AREA refers to length x width x height
a generic term for a bounded, continuous, two-dimensional object that may or may not include its boundary.
the inside region of a two-dimensional figure measured in square units (e.g., a rectangle with sides of 4 units by 6 units contains 24 square units or has an area of 24 square units).
The size, in square miles or square meters, recorded for each geographic entity.
Area is the amount of surface enclosed within the boundary lines. Back to top of the page Biomass: This is the chemical energy stored in fast growing plants. Back to top of the page
The number of square inches (or feet) of the wing. It's the wingspan multiplied by the wing's chord. The area of a tapered wing is the wingspan multiplied by the average chord.
The surface exposed to the flow of a fluid.
An extent or region of dimensional space.
A measure of the surface inside a closed boundary. The formula for the area of a rectangle is A = l * where represents the area, the length, and the width. The formula may also be expressed as A = b *, where represents the length of the base and the height of the rectangle.
Average width multiplied by average height of airway, expressed in square feet.
The area of a region is the number of square units contained within the region. For example, the area of a square with a sides of length s is A = s2. The area of a rectangle is A = length*width. The area of a parallelogram is A = base*height. The area of a triangle is (1/2)base*height. The area of a . The area of a circle is A = πr2 1+1=2 7-4=3
The measure, in square units, of the inside of a plane figure. The area must be a measure of a closed region or figure.
The measure of the bounded surface formed by the intersection of real property boundaries and a particular vertical datum.
the surface enclosed within a closed plane figure; the measure of the surface, expressed in equivalent square units, such as square inches.
The number of square units needed to cover a surface.
The amount of material that would be needed to "cover" a surface completely.
a level of spatial measurement referring to a two-dimensional defined space. A polygon on the earth as projected onto a horizontal plane is an example of an area.
The measure of the region enclosed by a plane figure (Lesson 9.1).
Two-dimensional, circumscribed space having measurable dimensions. Unoccupied plot of land. A building site or area around a building.
The number of units inside a closed plane figure; measured in square units.
The amount in square units contained in a two-dimensional shape or surface.
Area is a quantity expressing the size of a figure in the Euclidean plane or on a 2-dimensional surface. Points and lines have zero area, although there are space-filling curves. Depending on the particular definition taken, a figure may have infinite area, for example the entire Euclidean plane.